SPLK-4001 · Question #33
What approach can be used to effectively monitor cyclic metrics with unpredictable periods?
The correct answer is A. Implement custom anomaly detection algorithms to handle cyclic variations. Custom anomaly detection algorithms are the right tool here because they can adapt to patterns without requiring a known, fixed period - they learn the shape of the cycle from the data itself rather than assuming regularity. Option B (LAG/LEAD) requires knowing the offset…
Question
What approach can be used to effectively monitor cyclic metrics with unpredictable periods?
Options
- AImplement custom anomaly detection algorithms to handle cyclic variations
- BUse LAG and LEAD analytic functions to identify cyclic patterns
- CAdjust the detector's threshold dynamically based on cyclic fluctuations
- DApply moving averages with different window sizes
How the community answered
(43 responses)- A70% (30)
- B14% (6)
- C5% (2)
- D12% (5)
Explanation
Custom anomaly detection algorithms are the right tool here because they can adapt to patterns without requiring a known, fixed period - they learn the shape of the cycle from the data itself rather than assuming regularity. Option B (LAG/LEAD) requires knowing the offset between comparable points, which is impossible when the cycle length is unpredictable. Option C (dynamic thresholds) addresses sensitivity but not the structural challenge of recognizing a cycle whose timing shifts unpredictably. Option D (moving averages with varied windows) smooths out noise but cannot reliably detect or track cycles when you don't know which window size matches the current period.
Memory tip: Think "unpredictable = can't hardcode" - any option that requires you to pre-specify a fixed offset, window, or threshold fails when the period is unknown. Only adaptive/learning approaches (anomaly detection) survive unpredictability.
Topics
Community Discussion
No community discussion yet for this question.